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- # Multipole
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- 2D and 4D multipole expansion code (using Legendre polynomials and Spherical Harmonics respectively) for fitting PES into radial coefficients.
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+ # Multipole expansion
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+ 2D and 4D multipole expansion code (using Legendre polynomials and Spherical Harmonics respectively)
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+ for fitting PES into radial coefficients is provided as jupyter-notebook files.
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+
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+ Both codes use least square fit (achieved by taking pseudo-inverse of Legendre/Spherical-Harmonics coefficients stored in a 2D matrix).
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+
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+ For any quaries contact
[ Dr. T. J. Dhilip Kumar
] ( mailto:[email protected] ) CC: AK(
mailto:[email protected] )
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+
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+ File 1: 2D_multipole_inv.ipynb
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+ 2D PES (Atom - Rigid Rotor collision)
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+ ![ 2D PES (Atom - Rigid Rotor)] ( https://github.com/apoorv-kushwaha/Multipole/blob/main/jacobi22.png )
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+
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+ # Citation
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+ ---
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+ output:
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+ md_document:
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+ variant: markdown_github
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+ bibliography: bibliography.bib
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+ ---
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+
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+ [ @benchPES ]
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+
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+ File 2: Use 4D_SF_expansion.ipynb
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+ 4D PES (Two Rigid Rotors)
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+ ![ 4D PES (two rigid rotors)] ( https://github.com/apoorv-kushwaha/Multipole/blob/main/jac_final.png )
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